Model's Description:
Armillary sphere (1771) 3D Model, Fully textured with UV Mapping and materials.
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Armillary sphere (1771) in various files formats such as Wavefront Object format, Autodesk FBX, DirectX 9.0, Stereo Lithography and HTML5 JSON format.
Full name: Armillary sphere by Franciszek Słupski (1771) An armillary sphere is an astronomical instrument, a model of the celestial sphere. It was used to demonstrate celestial phenomena and determine the time and equatorial and ecliptic coordinates. The armillary sphere enabled simulation of astronomical phenomena, including the movement of planets in relation to the Sun. It was made by Franciszek Słupski as part of his doctoral thesis defended at the Philosophy Department of the University of Kraków. For more images and further information, visit: https://muzea.malopolska.pl/en/objects-list/2792 Inventory number: 4307; 307/V Localisation of the physical object: Jagiellonian University Museum Collegium Maius, Kraków, Poland Digitalisation: Regional Digitalisation Lab, Małopolska Institute of Culture in Kraków, Poland; “Virtual Museums of Małopolska” project - Armillary sphere (1771) - Download Free 3D model by Virtual Museums of Małopolska (@WirtualneMuzeaMalopolski) 3D Model is ready to download for free
with 5 Texture files attached, this model contains 308898 polygons and 154489 vertices.
Model's rating is (3) based on 11 Votes.
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Model's Description:
Rocket Says Look Up! 3D Model, Optimized by RigModels.com, Fully textured with UV Mapping and materials.
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A charming space loving kid and her cat from the childrens book,Rocket Says Look Up! that I enjoy reading to my own kid.
Rocket Says Look Up! is by author Nathan Bryon and artist Dapo Adeola - Rocket Says Look Up! - 3D model by longbtran88 (@usuallydeluded) 3D Model is ready to download for free, this model contains 20718 polygons.
Model's Description:
Saturn with rings HD 3D Model, Optimized by RigModels.com, Fully textured with UV Mapping and materials.
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Alt + drag left mouse button to change the lighting. :)
Saturn with the rings. Saturn’s rotation causes it to have the shape of an oblate spheroid, which makes it 10% shorter than it is wide. This model is scaled appropriately to account for that. The ring dimensions are as close to actual scale as I could get them.
For comparison, here is an actual image of Saturn as captured by Cassini on August 12, 2009: https://en.wikipedia.org/wiki/File:Saturn,_its_rings,_and_a_few_of_its_moons.jpg
By buying this model, you support my channel and my work. I really apreciate it!
Thank you 3D Model is ready to download for free, this model contains 392704 polygons.
Model's Description:
Raijin 3D Model, Optimized by RigModels.com, Fully textured with UV Mapping and materials.
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Raijin God of Thunder
Compatible with Unreal Engine 4 Epic Skeleton and Unity 3d humanoid Rig
12 animations included
Animations preview - Raijin - God of Thunder - Buy Royalty Free 3D model by willpowaproject 3D Model is ready to download for free, this model contains 92856 polygons.
Model's Description:
Ishtar Mesopotamian goddess (Ereshkigal) 3D Model, Optimized by RigModels.com, Fully textured with UV Mapping and materials.
Download Ishtar Mesopotamian goddess (Ereshkigal) in various files formats such as Wavefront Object format, Autodesk FBX, DirectX 9.0, Stereo Lithography and HTML5 JSON format.
Ishtar, (Akkadian), Sumerian Inanna, in Mesopotamian religion, goddess of war and ual love. Ishtar is the Akkadian counterpart of the West Semitic goddess Astarte. Inanna, an important goddess in the Sumerian pantheon, came to be identified with Ishtar, but it is uncertain whether Inanna is also of Semitic origin or whether, as is more likely, her similarity to Ishtar caused the two to be identified.
this low-poly model has normal maps and textures of 4K, and can be optimized further. you can use these models in presentations, games and in other projects too.
enjoy :) - Ishtar Mesopotamian goddess (Ereshkigal) - Buy Royalty Free 3D model by Mayantique 3D Model is ready to download for free, this model contains 21648 polygons.
